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2003 | 62 | 2 |

Tytuł artykułu

Fractal dimensions of the sagittal [interparietal] sutures in humans

Autorzy

Warianty tytułu

Języki publikacji

EN

Abstrakty

EN
Traditional studies of the cranial suture morphology have focused mostly on visual estimation and linear measurements, and thus on evaluating their complexity. This paper presents a new look on cranial sutures as curves, which can be analysed by fractal dimension. This new measure seems to be a much better method of expressing properties of sutural patterns than traditional methods. Our findings suggest that the fractal dimension of non-complicated interparietal sutures slightly exceeds the topological dimension of the line, that is 1.0, whereas the fractal dimension of complicated sutures may reach a value of 1.4 or even more. The difference between the minimum and maximum decimal fraction of the fractal dimension indicates a three-fold increase in complexity in the investigated sutures.

Wydawca

-

Czasopismo

Rocznik

Tom

62

Numer

2

Opis fizyczny

p.119-122,fig.

Twórcy

autor
  • Collegium Medicum Jagiellonian University, Kopernika 12, 31-034 Krakow, Poland
autor

Bibliografia

  • 1. Anton SC, Jaslow CR, Swartz SM (1992) Sutural complexity in artificially deformed human (Homo sapiens) crania. J Morphol, 214 (3): 321–332.
  • 2. Carinci P, Becchetti E, Bodo M (2000) Role of the extracellular matrix and growth factors in skull morphogenesis and in the pathogenesis of craniosynostosis. Int J Dev Biol, 44: 715–723.
  • 3. DeLeon VB, Zumpano MP, Richtsmeier JT (2001) The effect of neurocranial surgery on basicranial morphology in isolated sagittal craniostosis. Cleft Palate Craniofac J, 38 (2): 134–146.
  • 4. Hauser G, Manzi G, Vienna A, De Stefano GF (1991) Size and shape of human cranial sutures — a new scoring method. Amer J Anat, 190 (3), 231–244.
  • 5. Herring SW (1972) Sutures — a tool in functional cranial analysis. Acta Anat, 83: 222–247.
  • 6. Herring SW, Teng S (2000) Strain in the braincase and its sutures during function. Am J Phys Anthrop, 112: 575–593.
  • 7. Jaslow CR (1990) Mechanical properties of cranial sutures. J Biomech, 23 (4): 313–321.
  • 8. Long CA, Long JE (1992) Fractal dimensions of cranial sutures and waveforms. Acta Anat, 145 (3): 201–206.
  • 9. Moss ML (1957) Experimental alteration of sutural area morphology. Anat Rec, 127: 569–589.
  • 10. Opperman LA (2000) Cranial sutures as intramembranous bone growth sites. Dev Dyn, 219: 472–485.
  • 11. Osman D, Newitt D, Gies A, Budinger T, Truong V, Majumdar S, Kinney J (1998) Fractal based image analysis of human trabecular bone using the box counting algorithm: impact of resolution and relationship to standard measures of trabecular bone structure. Fractals, 6 (3): 275–283.
  • 12. Outhof HA (1982) Sutural Growth. Acta Anat, 112: 58–68.
  • 13. Posnik JC, Lin KY, Chen P, Armstrong D (1993) Sagittal synostosis: quantitative assessment of presenting deformity and surgical results based on CT scans. Plast Reconstr Surg, 92 (6): 1015–1024.
  • 14. Tsonis AA, Tsonis PA (1987) Fractals: a new look at biological shape and patterning. Persp Biol, 30 (3): 355–361.

Typ dokumentu

Bibliografia

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bwmeta1.element.agro-article-e3b8a9e0-61ff-46fd-9c11-65956be52baa
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